Give an algebraic example of the Reflexive Property.
a=a 5=5
This shows you what reflexive property is and some other properties :) http://hotmath.com/hotmath_help/topics/reflexive-symmetric-transitive-properties.html
Oh and \(\bf \Large \color{#20bd23}{W}\color{aqua}{e}\color{#20bd23}{l}\color{aqua}{c}\color{#20bd23}{o}\color{aqua}{m}\color{#20bd23}{e}\) \(\bf \large to\) \(\bf \Large \color{Aqua}{Open}\color{#20bd23}{Study!}\) Do you have any other questions?
Thank you @AlexandervonHumboldt2 and @sammixboo and Yes
Hmm what can we help you with?
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Name the property of equality that justifies: If AB = CD and CD = EF, then AB = EF
transitive
In the link I gave above will help http://hotmath.com/hotmath_help/topics/reflexive-symmetric-transitive-properties.html :)
Sorry internet problems *-*
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